{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# RAFT IVF-PQ tutorial\n",
    "In this tutorial you will learn to build IVF-PQ index and use it to search approximate nearest neighbors (ANN).\n",
    "We will start with a brief overview of the functionality, but then dive into details to gain the understanding of the model parameters.\n",
    "Along the way, we will benchmark the model and give some practical recommendations on how to maximize its performance for various use cases.\n",
    "\n",
    "This tutorial uses the data from [ANN benchmarks website](https://ann-benchmarks.com)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
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     ]
    }
   ],
   "source": [
    "!pip install adjustText h5py matplotlib"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "import os\n",
    "import tempfile\n",
    "import cupy as cp\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import rmm\n",
    "import urllib.request\n",
    "import h5py\n",
    "\n",
    "from rmm.allocators.cupy import rmm_cupy_allocator\n",
    "from pylibraft.common import DeviceResources\n",
    "from pylibraft.neighbors import ivf_pq, refine\n",
    "from adjustText import adjust_text\n",
    "from utils import calc_recall, load_dataset\n",
    "\n",
    "%matplotlib inline"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "# A clumsy helper for inspecting properties of an object\n",
    "def show_properties(obj):\n",
    "    return {\n",
    "        attr: getattr(obj, attr)\n",
    "        for attr in dir(obj)\n",
    "        if type(getattr(type(obj), attr)).__name__ == 'getset_descriptor'\n",
    "    }"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "The index and data will be saved in /tmp/raft_ivf_pq_tutorial\n"
     ]
    }
   ],
   "source": [
    "# We'll need to load store some data in this tutorial\n",
    "WORK_FOLDER = os.path.join(tempfile.gettempdir(), 'raft_ivf_pq_tutorial')\n",
    "\n",
    "if not os.path.exists(WORK_FOLDER):\n",
    "   os.makedirs(WORK_FOLDER)\n",
    "print(\"The index and data will be saved in\", WORK_FOLDER)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fri Jul 28 08:21:25 2023       \n",
      "+---------------------------------------------------------------------------------------+\n",
      "| NVIDIA-SMI 535.49                 Driver Version: 535.49       CUDA Version: 12.2     |\n",
      "|-----------------------------------------+----------------------+----------------------+\n",
      "| GPU  Name                 Persistence-M | Bus-Id        Disp.A | Volatile Uncorr. ECC |\n",
      "| Fan  Temp   Perf          Pwr:Usage/Cap |         Memory-Usage | GPU-Util  Compute M. |\n",
      "|                                         |                      |               MIG M. |\n",
      "|=========================================+======================+======================|\n",
      "|   0  NVIDIA H100 PCIe               On  | 00000000:41:00.0 Off |                    0 |\n",
      "| N/A   34C    P0              46W / 350W |      4MiB / 81559MiB |      0%      Default |\n",
      "|                                         |                      |             Disabled |\n",
      "+-----------------------------------------+----------------------+----------------------+\n",
      "                                                                                         \n",
      "+---------------------------------------------------------------------------------------+\n",
      "| Processes:                                                                            |\n",
      "|  GPU   GI   CI        PID   Type   Process name                            GPU Memory |\n",
      "|        ID   ID                                                             Usage      |\n",
      "|=======================================================================================|\n",
      "|  No running processes found                                                           |\n",
      "+---------------------------------------------------------------------------------------+\n"
     ]
    }
   ],
   "source": [
    "# Report the GPU in use to put the measurements into perspective\n",
    "!nvidia-smi"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Use the pool memory resource\n",
    "RAFT uses RMM allocator widely across its algorithms, including the performance-sensitive parts like IVF-PQ search.\n",
    "It's strongly advised to set up the RMM pool memory resource to minimize the overheads of repeated CUDA allocations.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "pool = rmm.mr.PoolMemoryResource(\n",
    "    rmm.mr.CudaMemoryResource(),\n",
    "    initial_pool_size=2**30\n",
    ")\n",
    "rmm.mr.set_current_device_resource(pool)\n",
    "cp.cuda.set_allocator(rmm_cupy_allocator)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Get the data\n",
    "The [ANN benchmarks website](https://ann-benchmarks.com) provides the datasets in [HDF5 format](https://www.hdfgroup.org/solutions/hdf5/).\n",
    "\n",
    "The list of prepared datasets can be found at https://github.com/erikbern/ann-benchmarks/#data-sets"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "The index and data will be saved in /tmp/raft_example\n"
     ]
    }
   ],
   "source": [
    "DATASET_URL = \"http://ann-benchmarks.com/sift-128-euclidean.hdf5\"\n",
    "f = load_dataset(DATASET_URL)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Load the dataset"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Loaded dataset of size (1000000, 128); metric: 'euclidean'.\n",
      "Number of test queries: 10000\n"
     ]
    }
   ],
   "source": [
    "metric = f.attrs['distance']\n",
    "\n",
    "dataset = cp.array(f['train'])\n",
    "queries = cp.array(f['test'])\n",
    "gt_neighbors = cp.array(f['neighbors'])\n",
    "gt_distances = cp.array(f['distances'])\n",
    "\n",
    "print(f\"Loaded dataset of size {dataset.shape}; metric: '{metric}'.\")\n",
    "print(f\"Number of test queries: {queries.shape[0]}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Build the index\n",
    "Construction of the index generally consists of two phases: training (building the clusters) and filling-in (extending the index with data).\n",
    "In the first phase, a balanced hierarchical k-means algorithm clusters the training data.\n",
    "In the second phase, the new data is classified and added into the appropriate clusters in the index.\n",
    "Hence, a user should call `ivf_pq.build` once and then possibly `ivf_pq.extend` several times.\n",
    "Though for user convenience `ivf_pq.build` by default adds the whole training set into the index."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "# RAFT's DeviceResources controls the GPU, cuda stream, memory policies etc.\n",
    "# For now, we just create a default instance.\n",
    "resources = DeviceResources()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'add_data_on_build': True,\n",
       " 'codebook_kind': 0,\n",
       " 'conservative_memory_allocation': False,\n",
       " 'force_random_rotation': False,\n",
       " 'kmeans_n_iters': 20,\n",
       " 'kmeans_trainset_fraction': 0.5,\n",
       " 'metric': 1,\n",
       " 'n_lists': 1024,\n",
       " 'pq_bits': 8,\n",
       " 'pq_dim': 64}"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# First, we need to initialize the build/indexing parameters.\n",
    "# One of the more important parameters is the product quantisation (PQ) dim.\n",
    "# Effectively, this parameter says\n",
    "#      \"shrink the dataset to this dimensionality to reduce the index size\".\n",
    "# It must be not bigger than the dataset dim,\n",
    "# and it should be divisible by 32 for better GPU performance.\n",
    "pq_dim = 1\n",
    "while pq_dim * 2 < dataset.shape[1]:\n",
    "    pq_dim = pq_dim * 2\n",
    "# We'll use the ANN-benchmarks-provided metric and sensible defaults for the rest of parameters.\n",
    "index_params = ivf_pq.IndexParams(n_lists=1024, metric=metric, pq_dim=pq_dim)\n",
    "\n",
    "show_properties(index_params)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 1.71 s, sys: 16.2 ms, total: 1.72 s\n",
      "Wall time: 1.71 s\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "Index(type=IVF-PQ, metric=euclidean, codebook=subspace, size=1000000, dim=128, pq_dim=64, pq_bits=8, n_lists=1024, rot_dim=128)"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "%%time\n",
    "## Build the index\n",
    "# This function takes a row-major either numpy or cupy (GPU) array.\n",
    "# Generally, it's a bit faster with GPU inputs, but the CPU version may come in handy\n",
    "# if the whole dataset cannot fit into GPU memory.\n",
    "index = ivf_pq.build(index_params, dataset, handle=resources)\n",
    "# This function is asynchronous so we need to explicitly synchronize the GPU before we can measure the execution time\n",
    "resources.sync()\n",
    "index"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Index serialization\n",
    "For bigger datasets, building an index can take some time. To avoid building the index from scratch every time you need it, you can save it to a file. Here is how this works:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 89.7 ms, sys: 56 ms, total: 146 ms\n",
      "Wall time: 145 ms\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "Index(type=IVF-PQ, metric=euclidean, codebook=subspace, size=1000000, dim=128, pq_dim=64, pq_bits=8, n_lists=1024, rot_dim=128)"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "%%time\n",
    "index_filepath = os.path.join(WORK_FOLDER, \"ivf_pq.bin\")\n",
    "ivf_pq.save(index_filepath, index) \n",
    "loaded_index = ivf_pq.load(index_filepath)\n",
    "resources.sync()\n",
    "index"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Search\n",
    "The search function returns the requested number `k` of (approximate) nearest neighbor in no particular order.\n",
    "Besides the queries and `k`, the function can take a few more parameters to tweak the performance of the algorithm.\n",
    "Again, these are passed via the struct with some sensible defaults."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'internal_distance_dtype': 0, 'lut_dtype': 0, 'n_probes': 20}"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "k = 10\n",
    "search_params = ivf_pq.SearchParams()\n",
    "show_properties(search_params)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 19.9 ms, sys: 12.3 ms, total: 32.2 ms\n",
      "Wall time: 31.5 ms\n"
     ]
    }
   ],
   "source": [
    "%%time\n",
    "distances, neighbors = ivf_pq.search(search_params, index, queries, k, handle=resources)\n",
    "# Sync the GPU to make sure we've got the timing right\n",
    "resources.sync()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Measuring the quality of the predictions\n",
    "We use [recall](https://en.wikipedia.org/wiki/Precision_and_recall) to measure the quality of the prediction."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Got recall = 0.85409 with the default parameters (k = 10).\n"
     ]
    }
   ],
   "source": [
    "recall_first_try = calc_recall(neighbors, gt_neighbors)\n",
    "print(f\"Got recall = {recall_first_try} with the default parameters (k = {k}).\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Refine\n",
    "Let's improve our results a little bit!\n",
    "The refinement operation follows an approximate NN search.\n",
    "It recomputes the exact distances for the already selected candidates and selects a subset of them thus improving the recall."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 193 ms, sys: 142 µs, total: 193 ms\n",
      "Wall time: 191 ms\n"
     ]
    }
   ],
   "source": [
    "%%time\n",
    "\n",
    "candidates = ivf_pq.search(search_params, index, queries, k * 2, handle=resources)[1]\n",
    "distances, neighbors = refine(dataset, queries, candidates, k, handle=resources)\n",
    "resources.sync()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Got recall = 0.94953 with 2x refinement (k = 10).\n"
     ]
    }
   ],
   "source": [
    "recall_refine2x = calc_recall(neighbors, gt_neighbors)\n",
    "print(f\"Got recall = {recall_refine2x} with 2x refinement (k = {k}).\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Tweaking search parameters\n",
    "Before diving deep into tweaking the model, let's quickly define the performance metrics.\n",
    "As we've mentioned earlier, we use the recall to measure the quality of prediction.\n",
    "The other important metric is the speed of the search.\n",
    "We measure the speed in terms of queries per second (QPS).\n",
    "\n",
    "Most of the time, by changing the model parameters we balance the trade-off between the QPS and the recall."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Number of neighbors\n",
    "Let's see how QPS depens on `k`. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "16.5 ms ± 13.3 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "17 ms ± 2.12 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "17.5 ms ± 2.92 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "18 ms ± 3.05 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "18.7 ms ± 4.25 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "23.4 ms ± 45.5 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "25.9 ms ± 5.49 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "40.2 ms ± 12.7 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "23.6 ms ± 26.6 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "28.7 ms ± 18.5 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 960x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "bench_k = np.exp2(np.arange(10)).astype(np.int32)\n",
    "bench_avg = np.zeros_like(bench_k, dtype=np.float32)\n",
    "bench_std = np.zeros_like(bench_k, dtype=np.float32)\n",
    "for i, k in enumerate(bench_k):\n",
    "    r = %timeit -o ivf_pq.search(search_params, index, queries, k, handle=resources); resources.sync()\n",
    "    bench_avg[i] = (queries.shape[0] * r.loops / np.array(r.all_runs)).mean()\n",
    "    bench_std[i] = (queries.shape[0] * r.loops / np.array(r.all_runs)).std()\n",
    "\n",
    "fig, ax = plt.subplots(1, 1, figsize=plt.figaspect(1/2))\n",
    "ax.errorbar(bench_k, bench_avg, bench_std)\n",
    "ax.set_xscale('log')\n",
    "ax.set_xticks(bench_k, bench_k)\n",
    "ax.set_xlabel('k')\n",
    "ax.grid()\n",
    "ax.set_ylabel('QPS');"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Number of probes\n",
    "IVF-PQ search runs in two phases; first it looks for nearest clusters,\n",
    "then it searches for the neighbors in every selected cluster.\n",
    "\n",
    "We can set how many clusters we want to inspect.\n",
    "For this, `ivf_pq.SearchParams` has a parameter `n_probes`.\n",
    "This is the core parameter to control the QPS/recall trade-off."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "3.67 ms ± 3.91 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "4.78 ms ± 1.74 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "6.65 ms ± 3.72 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "10.2 ms ± 4.86 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "17.2 ms ± 14.2 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "60.2 ms ± 16.6 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "115 ms ± 41.2 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "222 ms ± 184 µs per loop (mean ± std. dev. of 7 runs, 1 loop each)\n",
      "430 ms ± 143 µs per loop (mean ± std. dev. of 7 runs, 1 loop each)\n",
      "829 ms ± 162 µs per loop (mean ± std. dev. of 7 runs, 1 loop each)\n",
      "1.6 s ± 354 µs per loop (mean ± std. dev. of 7 runs, 1 loop each)\n"
     ]
    }
   ],
   "source": [
    "bench_probes = np.exp2(np.arange(11)).astype(np.int32)\n",
    "bench_qps = np.zeros_like(bench_probes, dtype=np.float32)\n",
    "bench_recall = np.zeros_like(bench_probes, dtype=np.float32)\n",
    "k = 100\n",
    "for i, n_probes in enumerate(bench_probes):\n",
    "    sp = ivf_pq.SearchParams(n_probes=n_probes)\n",
    "    r = %timeit -o ivf_pq.search(sp, index, queries, k, handle=resources); resources.sync()\n",
    "    bench_qps[i] = (queries.shape[0] * r.loops / np.array(r.all_runs)).mean()\n",
    "    bench_recall[i] = calc_recall(ivf_pq.search(sp, index, queries, k, handle=resources)[1], gt_neighbors)\n",
    "    "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "It's clear that the search time scales almost linearly with the number of probes.\n",
    "This is due to the algorithm spending most of the time in the second phase scanning through individual clusters.\n",
    "Thanks to the balanced nature of the clustering k-means algorithm, the sizes of the clusters are roughly similar;\n",
    "hence the linear relation `n_probes` ~ query time.\n",
    "\n",
    "Let's draw some plots to illustrate how the number of probes affects QPS and recall."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1600x400 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, 3, figsize=plt.figaspect(1/4))\n",
    "\n",
    "ax[0].plot(bench_probes, bench_recall)\n",
    "ax[0].set_xscale('log')\n",
    "ax[0].set_xticks(bench_probes, bench_probes)\n",
    "ax[0].set_xlabel('n_probes')\n",
    "ax[0].set_ylabel('recall')\n",
    "ax[0].grid()\n",
    "\n",
    "ax[1].plot(bench_probes, bench_qps)\n",
    "ax[1].set_xscale('log')\n",
    "ax[1].set_xticks(bench_probes, bench_probes)\n",
    "ax[1].set_xlabel('n_probes')\n",
    "ax[1].set_ylabel('QPS')\n",
    "ax[1].set_yscale('log')\n",
    "ax[1].grid()\n",
    "\n",
    "ax[2].plot(bench_recall, bench_qps)\n",
    "ax[2].set_xlabel('recall')\n",
    "ax[2].set_ylabel('QPS')\n",
    "ax[2].set_yscale('log')\n",
    "ax[2].grid();"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Internal search types\n",
    "Besides `n_probes`, `ivf_pq.SearchParams` contains a couple more parameters, which affect the internal workings of the algorithm.\n",
    "\n",
    "`internal_distance_dtype` controls the representation of the distance/similarity during the search.\n",
    "By default, it's `np.float32`, but you can change it to `np.float16` when appropriate to save the memory bandwidth.\n",
    "This can be a good idea when the dataset type is low precision anyway (e.g. `np.uint8`),\n",
    "yet it may help with 32-bit float datasets too.\n",
    "\n",
    "`lut_dtype` is the Look-Up Table Data Type.\n",
    "The specifics of the PQ algorithm is that it stores the data in the Product Quantizer (PQ) encoded format,\n",
    "which needs to be decoded during the second-phase (in-cluster) search.\n",
    "Thus, the algorithm constructs a lookup table for each cluster.\n",
    "This is a costly operation, and the table itself can be rather large.\n",
    "By default, the individual elements in the table are stored as 32-bit floats,\n",
    "but you can change this to `np.float16` or `np.uint8` to reduce the table size.\n",
    "\n",
    "The exact size of the table is as follows:\n",
    "\n",
    "$ \\mathtt{lut\\_size} = \\mathtt{pq\\_dim} \\cdot \\mathtt{sizeof(lut\\_dtype) \\cdot 2^{\\mathtt{pq\\_bits}}} $\n",
    "\n",
    "Ideally, the lookup table should fit in the shared memory of a GPU's multiprocessor,\n",
    "but it's not the case for wider datasets.\n",
    "The logic of deciding whether this table should stay in the shared or the global memory of the GPU is somewhat complicated.\n",
    "Yet, you can see the outcome when you gradually change `pq_dim` and observe a sudden drop in QPS after a certain threshold.\n",
    "The shared-memory kernel version is typically 2-5x faster than the global-memory version.\n",
    "\n",
    "However `pq_dim` strongly affects the recall and requires the index to be re-build on change.\n",
    "This is where `lut_dtype` comes in handy: you can halve or quarter the lookup table size by changing it.\n",
    "Though it does affect the recall too.\n",
    "\n",
    "Also note, it does not make sense to set the `lut_dtype` to a more precise type than `internal_distance_dtype`,\n",
    "as the former is converted to the latter internally.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "209 ms ± 151 µs per loop (mean ± std. dev. of 7 runs, 1 loop each)\n",
      "178 ms ± 485 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "182 ms ± 297 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "176 ms ± 220 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "181 ms ± 439 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n"
     ]
    }
   ],
   "source": [
    "bench_qps_s1 = np.zeros((5,), dtype=np.float32)\n",
    "bench_recall_s1 = np.zeros((5,), dtype=np.float32)\n",
    "k = 10\n",
    "n_probes = 256\n",
    "search_params_32_32 = ivf_pq.SearchParams(n_probes=n_probes, internal_distance_dtype=np.float32, lut_dtype=np.float32)\n",
    "search_params_32_16 = ivf_pq.SearchParams(n_probes=n_probes, internal_distance_dtype=np.float32, lut_dtype=np.float16)\n",
    "search_params_32_08 = ivf_pq.SearchParams(n_probes=n_probes, internal_distance_dtype=np.float32, lut_dtype=np.uint8)\n",
    "search_params_16_16 = ivf_pq.SearchParams(n_probes=n_probes, internal_distance_dtype=np.float16, lut_dtype=np.float16)\n",
    "search_params_16_08 = ivf_pq.SearchParams(n_probes=n_probes, internal_distance_dtype=np.float16, lut_dtype=np.uint8)\n",
    "search_ps = [search_params_32_32, search_params_32_16, search_params_32_08, search_params_16_16, search_params_16_08]\n",
    "bench_names = ['32/32', '32/16', '32/8', '16/16', '16/8']\n",
    "\n",
    "for i, sp in enumerate(search_ps):\n",
    "    r = %timeit -o ivf_pq.search(sp, index, queries, k, handle=resources); resources.sync()\n",
    "    bench_qps_s1[i] = (queries.shape[0] * r.loops / np.array(r.all_runs)).mean()\n",
    "    bench_recall_s1[i] = calc_recall(ivf_pq.search(sp, index, queries, k, handle=resources)[1], gt_neighbors)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 960x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, 1, figsize=plt.figaspect(1/2))\n",
    "fig.suptitle(\n",
    "    f'Effects of search parameters on QPS/recall trade-off ({DATASET_FILENAME})\\n' + \\\n",
    "    f'k = {k}, n_probes = {n_probes}, pq_dim = {pq_dim}')\n",
    "ax.plot(bench_recall_s1, bench_qps_s1, 'o')\n",
    "ax.set_xlabel('recall')\n",
    "ax.set_ylabel('QPS')\n",
    "ax.grid()\n",
    "annotations = []\n",
    "for i, label in enumerate(bench_names):\n",
    "    annotations.append(ax.text(\n",
    "        bench_recall_s1[i], bench_qps_s1[i],\n",
    "        f\" {label} \",\n",
    "        ha='center', va='center'))\n",
    "clutter = [\n",
    "    ax.text(\n",
    "        0.02, 0.08,\n",
    "        'Labels denote the bitsize of: internal_distance_dtype/lut_dtype',\n",
    "        verticalalignment='top',\n",
    "        bbox={'facecolor': 'white', 'edgecolor': 'grey'},\n",
    "        transform = ax.transAxes)\n",
    "]\n",
    "adjust_text(annotations, objects=clutter);"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "This figure represents the trade-offs one does by choosing different combintations of the internal search types (the bit sizes of the data types are shown as point labels).\n",
    "Depending on the GPU and the selected dataset, you may see different pictures.\n",
    "With SIFT-128 (`pq_dim = 64`), reducing the `internal_distance_dtype` comes at a huge cost to recall,\n",
    "whereas `lut_dtype` doesn't cost too much while significantly improving QPS.\n",
    "\n",
    "Also, often you may see `16/16` version being faster than `16/8`.\n",
    "This indicates that ALU is the bottleneck in this configuration, and a few extra ALU operations for converting between fp8 and fp16 do more harm than the saved L1 bandwidth does good for the performance.\n",
    "\n",
    "\n",
    "Let's try the same experiment, but with refinement.\n",
    "We'll try ratio 2 and 4 and see how it affects recall and QPS."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "210 ms ± 129 µs per loop (mean ± std. dev. of 7 runs, 1 loop each)\n",
      "181 ms ± 331 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "184 ms ± 536 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "179 ms ± 331 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "182 ms ± 329 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "410 ms ± 203 µs per loop (mean ± std. dev. of 7 runs, 1 loop each)\n",
      "344 ms ± 304 µs per loop (mean ± std. dev. of 7 runs, 1 loop each)\n",
      "338 ms ± 632 µs per loop (mean ± std. dev. of 7 runs, 1 loop each)\n",
      "320 ms ± 269 µs per loop (mean ± std. dev. of 7 runs, 1 loop each)\n",
      "323 ms ± 194 µs per loop (mean ± std. dev. of 7 runs, 1 loop each)\n",
      "425 ms ± 743 µs per loop (mean ± std. dev. of 7 runs, 1 loop each)\n",
      "389 ms ± 688 µs per loop (mean ± std. dev. of 7 runs, 1 loop each)\n",
      "381 ms ± 519 µs per loop (mean ± std. dev. of 7 runs, 1 loop each)\n",
      "325 ms ± 552 µs per loop (mean ± std. dev. of 7 runs, 1 loop each)\n",
      "340 ms ± 876 µs per loop (mean ± std. dev. of 7 runs, 1 loop each)\n"
     ]
    }
   ],
   "source": [
    "def search_refine(ps, ratio):\n",
    "    k_search = k * ratio\n",
    "    candidates = ivf_pq.search(ps, index, queries, k_search, handle=resources)[1]\n",
    "    return candidates if ratio == 1 else refine(dataset, queries, candidates, k, handle=resources)[1]\n",
    "\n",
    "ratios = [1, 2, 4]\n",
    "bench_qps_sr = np.zeros((len(ratios), len(search_ps)), dtype=np.float32)\n",
    "bench_recall_sr = np.zeros((len(ratios), len(search_ps)), dtype=np.float32)\n",
    "\n",
    "for j, ratio in enumerate(ratios): \n",
    "    for i, ps in enumerate(search_ps):\n",
    "        r = %timeit -o search_refine(ps, ratio); resources.sync()\n",
    "        bench_qps_sr[j, i] = (queries.shape[0] * r.loops / np.array(r.all_runs)).mean()\n",
    "        bench_recall_sr[j, i] = calc_recall(search_refine(ps, ratio), gt_neighbors)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 960x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, 1, figsize=plt.figaspect(1/2))\n",
    "fig.suptitle(\n",
    "    f'Effects of search parameters on QPS/recall trade-off ({DATASET_FILENAME})\\n' + \\\n",
    "    f'k = {k}, n_probes = {n_probes}, pq_dim = {pq_dim}')\n",
    "labels = []\n",
    "for j, ratio in enumerate(ratios):\n",
    "    ax.plot(bench_recall_sr[j, :], bench_qps_sr[j, :], 'o')\n",
    "    labels.append(f\"refine ratio = {ratio}\")\n",
    "ax.legend(labels)\n",
    "ax.set_xlabel('recall')\n",
    "ax.set_ylabel('QPS')\n",
    "ax.grid()\n",
    "colors = plt.rcParams[\"axes.prop_cycle\"].by_key()[\"color\"]\n",
    "annotations = []\n",
    "for j, ratio in enumerate(ratios):\n",
    "    for i, label in enumerate(bench_names):\n",
    "        annotations.append(ax.text(\n",
    "            bench_recall_sr[j, i], bench_qps_sr[j, i],\n",
    "            f\" {label} \",\n",
    "            color=colors[j],\n",
    "            ha='center', va='center'))\n",
    "clutter = [\n",
    "    ax.text(\n",
    "        0.02, 0.08,\n",
    "        'Labels denote the bitsize of: internal_distance_dtype/lut_dtype',\n",
    "        verticalalignment='top',\n",
    "        bbox={'facecolor': 'white', 'edgecolor': 'grey'},\n",
    "        transform = ax.transAxes)\n",
    "]\n",
    "adjust_text(annotations, objects=clutter);"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Depending on the dataset, you may see very different pictures here. For SIFT-128, we pick three interesting candidates candidates featuring compromizes between the QPS and the recall:\n",
    "  - `internal_distance_dtype = 16, lut_dtype = 16`\n",
    "  - `internal_distance_dtype = 32, lut_dtype = 8`\n",
    "  - `internal_distance_dtype = 32, lut_dtype = 8, refine_ratio = 2`\n",
    "\n",
    "This is all for the search parameters, but we will come back to the look-up table question in the next section."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [],
   "source": [
    "def search_refine(internal_distance_dtype, lut_dtype, ratio, n_probes):\n",
    "    k_search = k * ratio\n",
    "    ps = ivf_pq.SearchParams(\n",
    "        n_probes=n_probes,\n",
    "        internal_distance_dtype=internal_distance_dtype,\n",
    "        lut_dtype=lut_dtype)\n",
    "    candidates = ivf_pq.search(ps, index, queries, k_search, handle=resources)[1]\n",
    "    return candidates if ratio == 1 else refine(dataset, queries, candidates, k, handle=resources)[1]\n",
    "\n",
    "search_configs = [\n",
    "    lambda n_probes: search_refine(np.float16, np.float16, 1, n_probes),\n",
    "    lambda n_probes: search_refine(np.float32, np.uint8, 1, n_probes),\n",
    "    lambda n_probes: search_refine(np.float32, np.uint8, 2, n_probes)\n",
    "]\n",
    "search_config_names = [\n",
    "    '16/16', '32/8', '32/8/r2'\n",
    "]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Tweaking indexing parameters\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Deciding on the indexing parameters is a bit more involved than on the search parameters. This is obviously because `ivf_pq.IndexParams` has more members than `ivf_pq.SearchParams`, but also because the try-test loop takes longer time when it includes training.\n",
    "Since RAFT's IVF-PQ algorithm uses balanced-hierarchical k-means clustering and efficient logic for encoding, we find significantly improved index build times.\n",
    "\n",
    "First of all, let's pick the parameters we __don't need__ to tweak:\n",
    "\n",
    "  - `metric` - the distance metric often depens on the problem and thus fixed (currently RAFT supports variations of eucliean and inner product distances).\n",
    "  - `conservative_memory_allocation` only affects how data is allocated - does not affect the search performance.\n",
    "  - `add_data_on_build` is a convenience flag. When activated, it automatically adds the training data to the index during `ivf_pq.build`. Otherwise, no data is added during `ivf_pq.build` and vectors need to be explicitly added to the index using `ivf_pq.extend`.\n",
    "  - `force_random_rotation` may slightly affect performance when the data dimensionality is a power of two (see the module docs), but normally you don't need to change the defaults. \n",
    "\n",
    "The rest of the parameters can be divided in two categories: influencing the coarse search (`kmeans_n_iters`, `kmeans_trainset_fraction` , `n_lists`) and the fine search / product quantization (`codebook_kind`, `pq_dim`, `pq_bits`)."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Indexing parameters affecting the coarse search\n",
    "\n",
    "#### n_lists\n",
    "\n",
    "`n_lists` is the first parameter to look at. It has a profound impact on overall performance during both training and search.\n",
    "`n_lists` defines the number of clusters into which the index data is partitioned; you should keep this in mind when selecting the `n_probes` search parameter.\n",
    "\n",
    "The ratio `n_probes/n_lists` tells how large fraction of the dataset is compared to each query. If `n_lists == n_probes`, that is like a brute force search: we compare all dataset vectors to all query vectors. One would expect the recall is equal to `1` in such a case, but that does not take into account the PQ compression, which is lossy; in reality the recall is always lower unless you refine the search results.\n",
    "\n",
    "As `n_probes` approaches `n_lists`, IVF-PQ becomes slower than brute force because of all the extra work the algorithm does: dimension padding / transform, two-step search, extra PQ compute, etc. In practice searching around 0.1-1% of lists is enough for many datasets. But this depends on how well the input can be clustered. (e.g. for uniform random numbers as inputs, IVF methods don't work well).\n",
    "\n",
    "`n_lists = sqrt(n_samples)` is a good starting point for the balance of coarse/fine search time. To make sure the GPU resources are utilized efficiently, keep in mind:\n",
    "  - The average cluster size (i.e. `n_smaples / n_lists`) should be in the range of at least ~2k records to keep individual SMs busy\n",
    "  - Total amount of search work (`n_queries * n_probes`) should be a good multiple of number of SMs\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "4.36 ms ± 2.38 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "4.36 ms ± 1.9 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "4.37 ms ± 2.47 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "7.74 ms ± 19.7 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "33.8 ms ± 733 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "44.1 ms ± 714 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "1.83 ms ± 1.66 µs per loop (mean ± std. dev. of 7 runs, 1,000 loops each)\n",
      "3.1 ms ± 14.1 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "6.43 ms ± 16.8 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "11.9 ms ± 33 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "45.2 ms ± 622 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "87.3 ms ± 153 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "2.55 ms ± 452 ns per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "5.1 ms ± 11.1 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "9.32 ms ± 15.5 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "16.1 ms ± 34.2 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "74 ms ± 254 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "145 ms ± 295 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "3.92 ms ± 5.94 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "8.12 ms ± 6.62 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "14.7 ms ± 23.5 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "27.8 ms ± 131 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "132 ms ± 289 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "259 ms ± 3.04 ms per loop (mean ± std. dev. of 7 runs, 1 loop each)\n",
      "7.49 ms ± 4.68 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "17.2 ms ± 48.5 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "32.4 ms ± 111 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "63 ms ± 149 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "303 ms ± 2.32 ms per loop (mean ± std. dev. of 7 runs, 1 loop each)\n",
      "603 ms ± 1.78 ms per loop (mean ± std. dev. of 7 runs, 1 loop each)\n"
     ]
    }
   ],
   "source": [
    "n_list_variants = [100, 500, 1000, 2000, 5000]\n",
    "pl_ratio_variants = [500, 200, 100, 50, 10, 5]\n",
    "selected_search_variant = 1\n",
    "search_fun = search_configs[selected_search_variant]\n",
    "search_label = search_config_names[selected_search_variant]\n",
    "\n",
    "bench_qps_nl = np.zeros((len(n_list_variants), len(pl_ratio_variants)), dtype=np.float32)\n",
    "bench_recall_nl = np.zeros_like(bench_qps_nl, dtype=np.float32)\n",
    "\n",
    "for i, n_lists in enumerate(n_list_variants):\n",
    "    index_params = ivf_pq.IndexParams(n_lists=n_lists, metric=metric, pq_dim=pq_dim)\n",
    "    index = ivf_pq.build(index_params, dataset, handle=resources)\n",
    "    for j, pl_ratio in enumerate(pl_ratio_variants):\n",
    "        n_probes = max(1, n_lists // pl_ratio)\n",
    "        r = %timeit -o search_fun(n_probes);  resources.sync()\n",
    "        bench_qps_nl[i, j] = (queries.shape[0] * r.loops / np.array(r.all_runs)).mean()\n",
    "        bench_recall_nl[i, j] = calc_recall(search_fun(n_probes), gt_neighbors)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 960x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, 1, figsize=plt.figaspect(1/2))\n",
    "fig.suptitle(\n",
    "    f'Effects of n_list on QPS/recall trade-off ({DATASET_FILENAME})\\n' + \\\n",
    "    f'k = {k}, pq_dim = {pq_dim}, search = {search_label}')\n",
    "labels = []\n",
    "for i, n_lists in enumerate(n_list_variants):\n",
    "    ax.plot(bench_recall_nl[i, :], bench_qps_nl[i, :])\n",
    "    labels.append(f\"n_lists = {n_lists}\")\n",
    "\n",
    "ax.legend(labels)\n",
    "ax.set_xlabel('recall')\n",
    "ax.set_ylabel('QPS')\n",
    "ax.set_yscale('log')\n",
    "ax.grid()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "This chart demonstrates that for the given data set (SIFT-128) and the selected parameters, the QPS/recall curves are rather close to each other.\n",
    "Yet, two lines, which correspond to 100- and 5000-cluster indices, lag below the others.\n",
    "This suggests that 5000 clusters is probably too many and 100 clusters is probably too few for this dataset. In the range of 500-2000 the algorithm performs very similar though.\n",
    "Hence, you shouldn't worry about finding the exact single best value of `n_lists`, but rather make sure it's within a reasonable range.\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### kmeans_trainset_fraction\n",
    "\n",
    "This parameter defines how much of the original data should be fed into training.\n",
    "This is useful when in conjunction with `add_data_on_build = True`.\n",
    "For example, having a 100M-record dataset, it's reasonable to set `kmeans_trainset_fraction = 0.1` to train the index (i.e. run the k-means clustering) using 10M records only (10% of data), and then add the whole dataset to the index.\n",
    "Hence, this parameter directly affects the training speed, but can indirectly affect the search performance (depending on how well the training set represents the full dataset).\n",
    "\n",
    "Note, if `add_data_on_build = False`, setting the trainset fraction less than one is identical to passing a smaller dataset to the `ivf_pq.build`."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### kmeans_n_iters\n",
    "\n",
    "This parameter is passed directly to the k-means algorithm during training. It's set to a reasonable default of 20, which works for most datasets. However, once in a while you may see a warning complaining that the trained clusters are imbalanced. You can try to fix that by increasing the number of iterations."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Indexing parameters affecting the fine search / product quantization\n",
    "\n",
    "In the IVF-PQ index, a database vector y is approximated with two level quantization:\n",
    "\n",
    "$ y = Q_1(y) + Q_2(y - Q_1(y)) $\n",
    "\n",
    "The first level quantizer ($Q_1$), maps the vector y to the nearest cluster center. The number of\n",
    "clusters is `n_lists`.\n",
    "\n",
    "The second quantizer encodes the residual, and it is defined as a product quantizer\n",
    "(see [_\"Product quantization for nearest neighbor search\" by Herve Jegou, Matthijs Douze, Cordelia Schmid_](https://www.researchgate.net/publication/47815472_Product_Quantization_for_Nearest_Neighbor_Search)).\n",
    "\n",
    "A product quantizer encodes a `dim` dimensional vector with a `pq_dim` dimensional vector.\n",
    "First we split the input vector into `pq_dim` subvectors (denoted by u), where each u vector\n",
    "contains `pq_len` distinct components of y\n",
    "```\n",
    "y_1, y_2, ... y_{pq_len}, y_{pq_len+1}, ... y_{2*pq_len}, ... y_{dim-pq_len+1} ... y_{dim}\n",
    " \\___________________/     \\____________________________/      \\______________________/\n",
    "        u_1                         u_2                          u_{pq_dim}\n",
    "```\n",
    "Then each subvector encoded with a separate quantizer $q_i$, end the results are concatenated\n",
    "\n",
    "$ Q_2(y) = q_1(u_1),q_2(u_2),...,q_\\mathtt{pq\\_dim}(u_\\mathtt{pq\\_dim}) $\n",
    "\n",
    "Each quantizer $q_i$ outputs a code with `pq_bit` bits. The second level quantizers are also defined\n",
    "by k-means clustering in the corresponding sub-space: the reproduction values are the centroids,\n",
    "and the set of reproduction values is the codebook.\n",
    "\n",
    "During the search, for every query and probed list, a look-up table (LUT) is constructed using appropriate codebooks and the query coordinates.\n",
    "The size of the LUT has profound effect on the performance; here it is one more time:\n",
    "\n",
    "$ \\mathtt{lut\\_size} = \\mathtt{pq\\_dim} \\cdot \\mathtt{sizeof(lut\\_dtype) \\cdot 2^{\\mathtt{pq\\_bits}}} $\n",
    "\n",
    "If possible, the LUT is stored fully in GPU L1 (shared) memory during search;\n",
    "otherwise, a slower version of the kernel is used, which stores the LUT in the global memory.\n",
    "\n",
    "\n",
    "#### codebook_kind\n",
    "\n",
    "The second-level quantizers are trained either for each subspace or for each cluster, controlled by parameter `codebook_kind`:\n",
    "\n",
    "  1. \"subspace\" (C++ api: `codebook_gen::PER_SUBSPACE`): \\\n",
    "        creates `pq_dim` second-level quantizers - one for each slice of the data along features;\n",
    "  2. \"cluster\" (C++ api: `codebook_gen::PER_CLUSTER`): \\\n",
    "        creates `n_lists` second-level quantizers - one for each first-level cluster.\n",
    "\n",
    "In either case, the centroids are found using k-means clustering interpreting the data as having `pq_len` dimensions.\n",
    "\n",
    "There's no definitive way to tell in advance, which of the two options yields better performance for a particular use case.\n",
    "A few observations, however, may help:\n",
    "\n",
    "  - A per-cluster codebook tends to take more time to train, since `n_lists` is usually much higher than `pq_dim` - more codebooks to train.\n",
    "  - Search with a per-cluster codebook usually utilizes L1 cache of the GPU better than with a per-subspace codebook; this may result in a faster search when the LUT is big and occupies a large part of the GPU L1 memory.\n",
    "  - However, in practice, the recall is slightly higher with a per-subspace codebook.\n",
    "\n",
    "\n",
    "#### pq_dim, pq_bits\n",
    "\n",
    "`pq_dim` parameter is the main way to control the compression in the database.\n",
    "You should choose it depending on your expectations about the sparsity of the information in the data.\n",
    "As an experiment, you could start with `pq_dim` in the range of the data dimensionality `[dim / 2, dim]`.\n",
    "\n",
    "`pq_bits` is the number of bits in a single PQ code.\n",
    "Hence, it controls the codebook size - $2^{\\mathtt{pq\\_bits}}$ - the number of possible values a code can take.\n",
    "IVF-PQ supports the codebooks sizes from 16 to 256, or the `pq_bits` in the range of `[4, 8]`.\n",
    "\n",
    "`pq_bits` affects the compression: a database with `pq_bits = 4` is twice smaller than with the `pq_bits = 8`.\n",
    "Though much stronger `pq_bits` affects the LUT size, as the LUT size is proportional to $2^{\\mathtt{pq\\_bits}}$ (see the formula above).\n",
    "This also means a drastic effect on the recall.\n",
    "\n",
    "A few observations:\n",
    "\n",
    "  - It's required that `(pq_dim * pq_bits) % 8 == 0`; in general, keeping `pq_dim` in powers of two improves the search performance due to better data alignment.\n",
    "  - Keeping `pq_dim * pq_bits >= 128` and `(pq_dim * pq_bits) % 32 == 0` maximizes the GPU memory bandwidth utilization.\n",
    "  - Generally `pq_bits = 8` is a good starting point.\n",
    "  - The recall loss due to smaller `pq_bits` can be compensated by enabling refinement.\n",
    "  - For high-dimensional data and large `pq_dims`, lowering `pq_bits` can yield a drastic search speedup due to enabling the faster kernel that keeps the LUT in L1.\n",
    "  - Alternatively, setting the search parameter `lut_dtype` to `uint8` may be enough to keep the LUT in L1.\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "8.25 ms ± 10.5 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "15.5 ms ± 24.8 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "36.7 ms ± 468 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "71.8 ms ± 222 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "9.4 ms ± 16.2 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "16.2 ms ± 32.2 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "38.2 ms ± 520 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "74.4 ms ± 291 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "160 ms ± 48.4 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "168 ms ± 393 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "191 ms ± 139 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "228 ms ± 590 µs per loop (mean ± std. dev. of 7 runs, 1 loop each)\n",
      "12.2 ms ± 24.5 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "25.2 ms ± 73.1 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "59.8 ms ± 167 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "117 ms ± 84.6 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "14.3 ms ± 19.2 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "25.2 ms ± 2.93 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "59.6 ms ± 29.3 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "116 ms ± 17.6 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "165 ms ± 757 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "176 ms ± 168 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "212 ms ± 245 µs per loop (mean ± std. dev. of 7 runs, 1 loop each)\n",
      "270 ms ± 283 µs per loop (mean ± std. dev. of 7 runs, 1 loop each)\n",
      "6.47 ms ± 20.2 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "11 ms ± 13.1 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "24.5 ms ± 285 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "46.2 ms ± 460 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "8.25 ms ± 19.3 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "13.2 ms ± 3.08 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "28.7 ms ± 3.21 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "53.4 ms ± 6.59 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "158 ms ± 135 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "164 ms ± 137 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "180 ms ± 114 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "206 ms ± 322 µs per loop (mean ± std. dev. of 7 runs, 1 loop each)\n",
      "6.29 ms ± 3.05 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "10.7 ms ± 10.8 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "23.8 ms ± 5.83 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "44.6 ms ± 126 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "8.17 ms ± 6.97 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "13 ms ± 35.5 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n",
      "28.4 ms ± 11.9 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "52.6 ms ± 69.9 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "159 ms ± 205 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "164 ms ± 121 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "181 ms ± 256 µs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n",
      "207 ms ± 2.57 ms per loop (mean ± std. dev. of 7 runs, 1 loop each)\n"
     ]
    }
   ],
   "source": [
    "# Let's try a few build configurations.\n",
    "#   Warning: this will take some time\n",
    "\n",
    "k = 10\n",
    "n_probes_variants = [10, 20, 50, 100]\n",
    "n_lists = 1000\n",
    "\n",
    "build_configs = {\n",
    "    '64-8-subspace': ivf_pq.IndexParams(n_lists=n_lists, metric=metric, pq_dim=64, pq_bits=8, codebook_kind=\"subspace\"),\n",
    "    '128-8-subspace': ivf_pq.IndexParams(n_lists=n_lists, metric=metric, pq_dim=128, pq_bits=8, codebook_kind=\"subspace\"),\n",
    "    '128-6-subspace': ivf_pq.IndexParams(n_lists=n_lists, metric=metric, pq_dim=128, pq_bits=6, codebook_kind=\"subspace\"),\n",
    "    '128-6-cluster': ivf_pq.IndexParams(n_lists=n_lists, metric=metric, pq_dim=128, pq_bits=6, codebook_kind=\"cluster\"),\n",
    "}\n",
    "\n",
    "bench_qps_ip = np.zeros((len(build_configs), len(search_configs), len(n_probes_variants)), dtype=np.float32)\n",
    "bench_recall_ip = np.zeros_like(bench_qps_ip, dtype=np.float32)\n",
    "\n",
    "for i, index_params in enumerate(build_configs.values()):\n",
    "    index = ivf_pq.build(index_params, dataset, handle=resources)\n",
    "    for l, search_fun in enumerate(search_configs):\n",
    "        for j, n_probes in enumerate(n_probes_variants):\n",
    "            r = %timeit -o search_fun(n_probes);  resources.sync()\n",
    "            bench_qps_ip[i, l, j] = (queries.shape[0] * r.loops / np.array(r.all_runs)).mean()\n",
    "            bench_recall_ip[i, l, j] = calc_recall(search_fun(n_probes), gt_neighbors)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 1600x2400 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(len(search_config_names), 1, figsize=(16, len(search_config_names)*8))\n",
    "fig.suptitle(\n",
    "    f'Effects of index parameters on QPS/recall trade-off ({DATASET_FILENAME})\\n' + \\\n",
    "    f'k = {k}, n_lists = {n_lists}')\n",
    "\n",
    "for j, search_label in enumerate(search_config_names):\n",
    "    labels = []\n",
    "    for i, index_label in enumerate(build_configs.keys()):\n",
    "        ax[j].plot(bench_recall_ip[i, j, :], bench_qps_ip[i, j, :])\n",
    "        labels.append(index_label)\n",
    "\n",
    "    ax[j].set_title(f\"search: {search_label}\")\n",
    "    ax[j].legend(labels)\n",
    "    ax[j].set_xlabel('recall')\n",
    "    ax[j].set_ylabel('QPS')\n",
    "    ax[j].set_yscale('log')\n",
    "    ax[j].grid()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Looks like `pq_dim = 128`, `pq_bits = 6` is the best parameter set for the `SIFT-128` dataset."
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.9.16"
  },
  "vscode": {
   "interpreter": {
    "hash": "916dbcbb3f70747c44a77c7bcd40155683ae19c65e1c03b4aa3499c5328201f1"
   }
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
